A conductor wire bent into a semicircle of radius of R = 3cm forms a closed circuit and carries current of I = 2 A. A uniform magnetic field ofB = 5T(-j) is directed along the positive y-axis as shown in figure below. What is the magnitude and direction of the magnetic force acting onthe straight, curved portion of the wire and the net magnetic force acting on the conductor wire, respectively?BydlRO a. 1.8N(-Â), 1.8N(-k), 3.6(–Â)O b. 1.8NÊ, 1.8N(-k), 0O c. 6 NÊ, 6N(-k),0O d. 0.6Nk, 0.6Nk, 1.2NkO e. 0.6NÊ, 0.6N(-k), 0

Answered: Image /qna-images/answer/9ea976e0-3ba7-4879-9608-1cb9b5f98b88.jpg

Answered: A conductor wire bent into a semicircle…

Similar questions

Can you please help me with this question. I really appricieted!
2. Two very long straight wires (treat as infinite) carry currents in the direction shown. a. Draw arrows (or write or ) for the magnetic field at point P due to (i) the current I and (ii) the current 31. b. Determine the magnitude of the magnetic field at point P. I 2L L I 31
What is the angle between a wire carrying an 8-A current and the 1.3 -T field surrounding the wire if a portion the wire, length 48 cm, experiences a magnetic force of 2.35 N? Things to Prepare: Draw a sketch of the wire and magnetic field labeling the angle between the current and the field. Angle, 8: 27.1 × No, that's not the correct answer.
Consider the current-carrying wire shown in the figure. The current creates a magnetic field at the point P, which is the center of the arc segment of the wire. If 0 = 25.0°, the radius of the arc is 0.800 m, and the current is 4.00 A, what are the magnitude (in nT) and direction of the field produced at P? magnitude direction Jo into the screen nT
Both parts plz. Please indicate Fx, Fy, Fz seperated with commas like the question asks.
Calculate the magnetic force on an electron in the following cases. Provide your answers in component form (Here i, j, k denote the unit vectors for the x,y, and z directions, respectively.): a. A proton with velocity v = (1.20×104 i) m/s moving in a magnetic field of magnitude (0.7 k) T. Fx Fy F₂ Submit Answer Tries 0/10 = b. A proton with velocity v = (1.70×104 i) m/s moving in a magnetic field of magnitude (0.05 i + 0.7 j) T. Fx = Fy= F₂= Submit Answer Tries 0/10 c. A proton with velocity v = (1.50×104 i +5.00×10³ j) m/s moving in a magnetic field of magnitude (0.65 i + 0.85 k) T. Fx Fy= F₂ = Submit Answer Tries 0/10 Fy b. A proton with velocity v = (2.70×104 i +2.10×104 j+ 1.40×104 k) m/s moving in a magnetic field of magnitude (0.95 i -0.75 j + 0.2 k) T. Fx = = F₂ = Submit Answer Tries 0/10
magnetic field of ucting wire that is rectangle can be hx is varied from e of the Q.5: A wire in the form of an equilateral triangle carries a current of 2.5A clockwise. It is dn placed in a uniform magnetic field of 0.15T which is perpendicular to the base of the noin triangle. What are the forces on the three sides of the triangle? What is the net force on Callens the triangle? Take the side of the triangle as 2.0m. Show the forces on wire in each arm. colorado.e n what ha fects the' ain the di' eft side. X X he lain the oment: rovided X В eory: araday n emf
A wire carries current 0.500 A out of the page as shown. What is the magnetic field y direction at point P? P right down left up
Can you answer problem 5? Can you also provide a short explanation for the answer you chose?
A 10-cm-radius, conducting, circular loop with 50 turns carries a current 0.80 A. What is the strength of the magnetic field at the center of the loop? O a. 250 µT O b.650 µT O c. 350 µT O d. 550 µT O e. 450 µT
Q.5: A wire in the form of an equilateral triangle carries a current of 2.5A clockwise. It is placed enoo sin a uniform magnetic field of 0.15T which is perpendicular to the base of the triangle. What are the forces on the three sides of the triangle? What is the net force on the triangle? Take the side of the triangle as 2.0m. Show the forces on the wire in each arm. В
p-9 please help me with the below problem with step by step explanation clearly. but take the lower capacitor to be 0.24 mF (not 0.36 mF). Also: part (e), what is the time constant for the circuit when the switch is open?